Open AccessNUMERICAL SOLUTION OF PLANE PROBLEM OF ELASTICITY THEORY USING BOUNDARY EQUATION METHOD
Author(s) -
Ходжибоев Орифджон Абдуазизович
Publication year - 2018
Publication title -
vestnik tomskogo gosudarstvennogo arhitekturno-stroitelʹnogo universiteta
Language(s) - English
Resource type - Journals
eISSN - 2310-0044
pISSN - 1607-1859
DOI - 10.31675/1607-1859-2018-20-4-94-102
Subject(s) - elasticity (physics) , boundary value problem , convergence (economics) , plane stress , mathematics , mathematical analysis , plane (geometry) , numerical analysis , deformation (meteorology) , stability (learning theory) , geometry , structural engineering , materials science , finite element method , computer science , engineering , composite material , machine learning , economics , economic growth
The stress-strain state of a two-dimensional problem under the conditions of plane deformation is investigated using the method of boundary equations. A rectangular plate rigidly clamped into the base under conditions of plane deformation is studied under horizontal load distributed along the vertical face. Numerical experiments are carried out to analyze the stability of the solution, the convergence, and the accuracy of results obtained.